@keyframes rwdcur106699 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhcWXX0xbZRjGf+dYWmSoG2Ed08Y/SACNIRtC3MycCy64RFzUzOnUDeOcyXZl4hW7mEYT7lCvWUwc6uLmxcxcp9NonIBDYcOQGTZE1DkjaxEG7aGcv68Xp2BpS+mfC9/kS9Ov5/2e53u/8/V9HoUsQyAgsEOHxxSoKoIKQHXAcCAqMOCDr4EfFfg+23WVLIC36tChQvUw0A/FY8AFIAKsBW4DGoAnwVoBHh36fPCWAqezJZIOuFKHczMQ6QSpAWGZEQP7bZD3QaYgokO3QCAf8G0mRD4FOxtgQNpBdJBA/HsNyBdgmqAJPJE1uA0vz4H2ZpbA82ME7EEwk+cPusQ0B57Lauc6aPtzBAdkFuyOJX571T2ezJUQuNcu8thdGUBaQU6DfQ2mDYg5YBsQC8G0A/JShtxDICZElnwnjEe2nJ187YBt+LxyNCm5HqQXdBM0Aw4LNAn4BbwC5QItBgQt0HpAb1yCRBBMHfrT7b4l2rpLOxQblxM/94leW21f9hWZzSA7QMKg6RAU8C9zhOU6fBYGbXsaAgGQabcKTYsS9W1b+08NdkubHpI2PSTtkavyz4F9plbskwmImdCRCTilmvDOBGj1aUgccV/K/6ogcLv50IOx12PjCwTmR+iNNtO8+67BXMAXNgXBXtCTCdS4BGIClQAq/tU7R19pVQ1VXbTAmkiUss+/Mjy//vZoPgS80PoAOMl37zIwAg7QDKAaDesf/qO22pu8wIaBQUduLP5YgVA+BBSYcODDPS7YouiHkjl4GkDFsuqurl2TskDVN99FPd/2fJQP+HwUwbF1EE2eH3YJVgGonvGQP3TLzSnJK3vOeYGhQggAQ6sgpbq/AzfASgAPuG9HcqiTUx7SsM8xJj1QnG59B0oBVEjfk52yVRbxhwqIMgvmlDjG/NjpEogCqFaFP+SfnknJvL5powHUFUigbgqM5Mk7ARuuA6h4PEOBv6+lZI42bS61tmx6vhB0E575KU0V7wEERgFU78Dg2TsujaSw7GtYryqxuWeX+/tdKgTKVXihK37MidEIs8XwCYBKKHy8qvOI43UWX9drN5Xy54u7vFZ93Zl8CBjwwQ+gHk2arwGqXVJfAqgKXHFWlFxsvPTLwkM+22bP8RNOoOuYR7swVJtPL4jA5v1pruBB9+OiAmMLk4ndsPOvYZnZu9ue3tho7o53w1Bu3TAYBq0ll24Irh648m67bW1okPP+1Zn0wHtxPVCRqAesuB7ozkcPxNnfZ92/zj6VpSLSExTROEQskH2FKKI4ibw1YRjs4PKacHumIwTyV8UnwQ4XqooTK5GrL9jrlnjBwOTtCxJIVOrQG4HIYbJzRpNgn4zLrmydUa7e0BmAkjHgPKDhOtR5b9gMTjmoRg7ecFkCCUQCAk/p8LgClUVwK647nnNgVvJ0x/97/AvYg7t1IRtydgAAAABJRU5ErkJggg==) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur106699 1s linear infinite forwards;
}
